• And the absolute localization length reaches a minimum under the resonance Mie-scattering condition.

    在共振米散射条件下,绝对局域化长度取极小值。

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  • Mie-Jun-Ling is a compound disinfectant containing sodium hypochlorite and hydroxyquinoline sodium sulfonate.

    灭菌灵为含次氯酸钠及羟基喹啉磺酸钠的复方消毒剂。

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  • Under the approximation of geometric optics, the axial force exerted on the Mie microsphere particles is simulated.

    在几何光学近似下,对米氏球状粒子所受轴向光阱力进行了数值计算。

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  • With proper parameters of particle size distribution, Mie phase function can characterize complex biological tissue.

    合理选择集群散射体粒度分布参数,可实现对复杂生物组织散射相函数的精确描述。

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  • When the diameter of the particles satisfied some conditions, Mie theory is approximate to Fraunhofer diffraction theory.

    当颗粒粒径满足一定条件时,米氏光散射可以用夫琅和费衍射来近似。

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  • When we apply 'Mie Jie Ling' at 1 age nymphal stage, 2 age nymphal initial stage of scale louse, its results will improve greatly.

    掌握在蚧虫1龄若虫、2龄若虫初喷药,可大大提高“灭蚧灵”的杀虫效果。

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  • From the architect. The site is located at north of housing development, which is about 10 kilometers from Tsu City in Mie Prefecture.

    来自建筑事务所的描述。场地位于住宅开发区的北部,大约距离三重县津市十公里处。

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  • The field efficiency test of the insecticide showed that 10% Pi-Mie WP solution was safe to crops and could effectively control cotton aphid.

    田间药效试验结果表明,用10%吡·灭WP防治棉蚜有良好的防治效果。

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  • Tunable characteristics of the localized surface plasmon resonance (LSPR) peak of gold nanoshells are investigated numerically with Mie theory.

    理论研究了金纳米球壳结构局域表面等离子体共振(LSPR)的调谐特性。

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  • Using the anomalous diffraction approximation (ADA) instead of Mie extinction efficiency can simplify the inversion of particle size distribution.

    通过反常衍射近似(ada)代替米消光系数,可以简化粒径分布的反演过程。

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  • Named Sogokagu Design Lab, the building is located in Mie Prefecture, and contains both a showroom and manufacturing spaces across its two levels.

    建筑命名为Sogokagu设计实验基地,位于日本三重县,两层空间内容纳了展示和生产场所两种主要功能。

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  • Based on Mie scattering theory (MST), two new methods for testing fire characteristics of optical and electrical cables are proposed and discussed.

    作者基于米氏散射理论(MST),提出了两种光电线缆燃烧试验的新方法,并进行了相应的讨论。

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  • The limitation of the geometric optics and Airy theory is discussed. And the rainbow phenomena are interpreted reasonably by using geometric optics and Mie theory.

    讨论了几何光学和艾里理论局限性,将米氏理论和几何光学结合,对彩虹现象给予了更为合理的解释。

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  • The calculation process of the method is independent of size parameters, and it is more stable and faster than the traditional methods based on Lorenz-Mie theory or Debye-series expansion.

    该方法在计算大尺寸空泡的后向散射时不受微粒尺寸参数和折射率的限制,且避免了复杂的级数形式,与基于米散射理论或德拜级数展开的算法相比,具有更快的运算速度。

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  • The calculation process of the method is independent of size parameters, and it is more stable and faster than the traditional methods based on Lorenz-Mie theory or Debye-series expansion.

    该方法在计算大尺寸空泡的后向散射时不受微粒尺寸参数和折射率的限制,且避免了复杂的级数形式,与基于米散射理论或德拜级数展开的算法相比,具有更快的运算速度。

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